Author Topic: FiM++  (Read 10675 times)

Offline Rylius

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FiM++
« on: 2012-October 05, 08:29:39 »

Offline Compony

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Re: FiM++
« Reply #1 on: 2012-October 05, 09:35:38 »
FiM++ Jam - Create an actually usable program in FiM++

Offline DuckOfDoom

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Re: FiM++
« Reply #2 on: 2012-October 05, 10:21:50 »
Ponify ALL the things!

Offline jigpu

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Re: FiM++
« Reply #3 on: 2012-October 08, 06:53:33 »
FiM++ Jam - Create an actually usable program in FiM++
Does making a program to list all the primes (sans 2) count? :D

JigPu

Offline Vanni

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Re: FiM++
« Reply #4 on: 2012-October 16, 14:29:10 »

Offline Oracion

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Re: FiM++
« Reply #5 on: 2012-October 16, 21:47:51 »
Well, this was fun. I made a function that calculates the x-th fibonacci number in FiM++.

( public class "A letter about fibonacci numbers" { )
Dear Princess Celestia : A letter about fibonacci numbers

( double fibonacci(double position) { )
I learned the fibonacci number with a number using a number position:

( if (position == 0) { return 1; } )
If position was 0 then:
Then you get 1!
That's what I would do.

( if (position == 1) { return 1; } )
If position was 1 then:
Then you get 1!
That's what I would do.

( double "the previous one" = fibonacci(position - 1); )
Did you know that the previous one is a number?
The previous one is the fibonacci number using position minus 1!

( double "the one before the previous one" = fibonacci(position - 2); )
Did you know that the one before the previous one is a number?
The one before the previous one is the fibonacci number using position minus 2!

( double "the resulting number" = "the previous one" + "the one before the previous one"; )
Did you know that the resulting number is a number?
The resulting number is the previous one added to the one before the previous one!

( return "the resulting number"; )
Then you get the resulting number!

( } )
That's all about the fibonacci number.

( main() { )
Today I learned how to calculate fibonacci numbers recursively:

( double "the position of the desired number"; )
Did you know that the position of the desired number is a number?

( "the position of the desired number" = read(); )
I heard the position of the desired number.

( write(fibonacci("the position of the desired number")); )
I sang the fibonacci number using the position of the desired number.

( } )
That's all about how to calculate fibonacci numbers recursively.

( } )
Your faithful student, Twilight Sparkle



Offline Wishdream

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Re: FiM++
« Reply #6 on: 2012-October 17, 11:29:02 »
Wow... that's a lot to type.
Wishdream - Game Developer, Lead of HeoLiX
Game Maker Mentor and Teacher, FM2k2nd Developer, Game Art Designer and Natural Java Programmer
Also, called the Death Developer of the GMC
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Hmm... Need something from me? Just PM me okay?
Entered Ludum Dare 2 times.

Offline Vanni

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Re: FiM++
« Reply #7 on: 2012-October 17, 12:18:27 »
Wow... that's a lot to type.

That's the fun part! :P

More seriously, using FiM++ improve your English in a way, so it's not that bad.

Offline Rylius

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Re: FiM++
« Reply #8 on: 2012-October 17, 23:37:19 »
Here's the most advanced interpreter (apparently): https://github.com/KarolS/fimpp

Just wrote a small Hello Equestria script. Took me waaaay too long to figure out though!